The Fundamental Ways of Mathematical Proofs: Immediate Proof, Proof by Contradiction, and Contrapositive ProofThe Fundamental Ways of Mathematical Proofs: Immediate Proof, Proof by Contradiction, and Contrapositive Proof

The Fundamental Ways of Mathematical Proofs: Immediate Proof, Proof by Contradiction, and Contrapositive Proof

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Mathematical proof can be an argument which uses the guidelines of logical deduction to convince persons a statement holds true. In mathematics education research, proof is an extremely important and necessary solution to help readers find out why a theorem, corollary, or lemma holds true. Unlike the laws of courtroom, preponderance of the data is not permitted to be used to establish any arguments. Everyone must follow the guidelines of mathematical proofs when solving issues that involve proofs. Although there are various ways of mathematical proofs, three major proof strategies that are known as by direct proof, contradiction, and contrapositive happen to be generally speaking regarded as the fundamental strategies in mathematics education.

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